Jeffrey (1992) has proposed so-called mixed Bayesianism in which subjectively interpreted distributions over the hypotheses are combined with a physical interpretation of the distributions that hypotheses define over sample space.
We conclude with a physical interpretation of the clock formulas and use these formulas to interpret results of computational studies.
The square of the wave function, Ψ2, has a physical interpretation.
Multipoint versions of this problem do have a physical interpretation.
This gives a physical interpretation for the designed controller.
Finally, a physical interpretation of all parameter changes is discussed.
In this manner, one can give a physical interpretation of the PC.
In Section 2, we define the new family of distributions and provide a physical interpretation.
In Section 2, we provide a physical interpretation of the BMO-G family.
A physical interpretation of the EMO-G distribution can be given as follows.
The model also suggests a physical interpretation for the Navier slip condition.
